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- W1796742574 abstract "Let F be a totally real field, v an unramified place of F dividing p and rho a continuous irreducible two-dimensional mod p representation of G_F such that the restriction of rho to G_{F_v} is reducible and sufficiently generic. If rho is modular (and satisfies some weak technical assumptions), we show how to recover the corresponding extension between the two characters of G_{F_v} in terms of the action of GL_2(F_v) on the cohomology mod p." @default.
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- W1796742574 date "2014-01-01" @default.
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- W1796742574 title "Formes modulaires de Hilbert modulo $p$ et valeurs d'extensions entre caractères galoisiens" @default.
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- W1796742574 doi "https://doi.org/10.24033/asens.2230" @default.
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